Results 101 to 110 of about 1,555,765 (257)
Inverse roots of AR characteristic polynomial for Korean data when P = 1 (proposed model).
, 2020 Inverse roots of AR characteristic polynomial for Korean data when P = 1 (proposed model).
Ahmed Mehedi Nizam (8661468)
core +1 more source
Ionic Gating of Liquid‐Crystal‐Like Pteridine Assemblies Enables Tunable Light Scattering
Advanced Materials, EarlyView.Tunable optical properties emerge through developmentally regulated ionic gating, which transforms disordered, ultraviolet (UV)‐absorbing organelles into concentrically ordered, liquid‐crystal‐like light scatterers. By integrating analyses of pteridine composition, potassium‐dependent assembly, hierarchical ultrastructure, and optical behavior, the ...
Sourabh Bera +22 more
wiley +1 more source
Counting integral matrices with a given characteristic polynomial
, 2000 We give a simpler proof of an earlier result giving an asymptotic estimate for the number of integral matrices in large balls whose characteristic polynomial is a given monic integral irreducible polynomial.
Shah, Nimish A.
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Faster Algorithms for the Characteristic Polynomial
, 2007 A new randomized algorithm is presented for computing the characteristic polynomial of an n × n matrix over a field. Over a sufficiently large field the asymptotic expected complexity of the algorithm is O(n θ) field operations, improving by a factor of ...
Arne Storjohann, Clément Pernet
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Inverse roots of AR characteristic polynomial for Australian data when P = 1 (fisherian model).
, 2020 Inverse roots of AR characteristic polynomial for Australian data when P = 1 (fisherian model).
Ahmed Mehedi Nizam (8661468)
core +1 more source
Epitaxially Integrated Electro‐Optic KNbO3 Thin Films on Silicon
Advanced Materials, EarlyView.We demonstrate the first epitaxial integration of electro‐optic KNbO3 thin films on silicon using suboxide molecular‐beam epitaxy. Combining adsorption‐controlled molecular‐beam epitaxy, advanced characterization, and phase‐field modeling, we demonstrate phase‐pure crystalline films mirroring bulk crystals with robust Pockels response, enabling future ...
Sankalpa Hazra +17 more
wiley +1 more source
Chordal graphs and the characteristic polynomial
, 2003 A characteristic polynomial was recently defined for greedoids, generalizing the notion for matroids. When chordal graphs are viewed as antimatroids by shelling of simplicial vertices, the greedoid characteristic polynomial gives additional information ...
Jessica A Wolfson +2 more
core
Inverse roots of AR characteristic polynomial for British data when P = 1 (Fisherian model).
, 2020 Inverse roots of AR characteristic polynomial for British data when P = 1 (Fisherian model).
Ahmed Mehedi Nizam (8661468)
core +1 more source
Quantum Saturation of the Electro‐Optic Effect
Advanced Materials, EarlyView.At low temperatures, quantum fluctuations saturate the ferroelectric soft mode, suppressing thermal sensitivity in functional properties. By tuning the phase boundaries of ferroelectric materials to 0 K, large temperature insensitive electro‐optic effects are realized, establishing a pathway toward high‐efficiency optical modulation for quantum ...
Aiden Ross +7 more
wiley +1 more source
Inverse roots of AR characteristic polynomial for Japanese data when P = 2 (Fisherian model).
, 2020 Inverse roots of AR characteristic polynomial for Japanese data when P = 2 (Fisherian model).
Ahmed Mehedi Nizam (8661468)
core +1 more source